Quantitative Analyst Salary in Netherlands

€94,000Regional estimate

The median salary for a Quantitative Analyst in the Netherlands is €94,000. Salaries generally fall between €70,000 and €167,000, reflecting a wide range of earning potential for professionals in this field.

Pay percentiles

Regional estimate
25th percentile
€70,000
Median (p50)
€94,000
75th percentile
€127,000
Top 10% (p90)
€167,000

Gross annual, local currency.

Salary by seniority

Estimated
Junior€56,000-40%
Mid-level€83,000-12%
Senior€118,000+25%
Lead / Exec€165,000+75%

Total compensation

Base70%
Bonus12%
Equity12%
Benefits6%

Benefits are worth about €11,500 a year on top of cash pay.

Where this pay goes furthest

The same package, in local cost-of-living terms, across markets.

How we calculate this

These figures represent a regional estimate for Quantitative Analyst salaries in the Netherlands. All stated figures are gross annual amounts before taxes and deductions. They are based on data collected from various sources.

Frequently asked questions

Is a €94,000 median salary good for a Quantitative Analyst in the Netherlands?

A median salary of €94,000 is a strong indicator of earning potential for Quantitative Analysts in the Netherlands. The top 10% of earners report salaries of €167,000, suggesting significant room for growth.

How does a senior Quantitative Analyst salary compare to a junior one?

There is a notable difference between junior and senior roles. The median salary for a junior Quantitative Analyst is €56,000, while a senior Quantitative Analyst has a median salary of €118,000.

What is the total compensation for a Quantitative Analyst?

Total compensation includes base salary and benefits. The estimated value of benefits per year is €11,500, which should be considered alongside the base salary figures.

How are these salary figures calculated?

These figures are derived from a dataset of Quantitative Analyst salaries across the Netherlands. They represent percentiles, such as the median (p50), 25th percentile (p25), and 75th percentile (p75), to show the distribution of earnings.

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